Taito’s Arkanoid: Doh It Again represents one of the most refined brick-breakers on the SNES, taking the classic arcade formula and polishing it for the home console era. Released late in the system's lifespan, it pits the Vaus ship against the returning cosmic entity, Doh, across a sprawling campaign of nearly 100 levels. While the core gameplay remains rooted in the 1986 original, this sequel introduces cinematic boss battles and a cooperative mode that elevates the experience beyond simple paddle-and-ball mechanics. The colorful 16-bit sprites and fluid frame rate ensure that the action remains frantic without feeling unfair, though the lack of a dedicated dial controller is a notable omission for arcade purists.
The game excels in its mechanical variety, offering specialized power-ups that go far beyond the standard lasers and paddle enlargements. The addition of environmental hazards and enemies that actively deflect shots adds a layer of strategy, forcing players to calculate trajectories several moves ahead rather than relying solely on twitch reflexes. Unlike some puzzle contemporaries like the 1995 PAL release of Zoop, which offered a more abstract and rhythmic challenge, Arkanoid stays grounded in physics-based destruction and precision. The inclusion of a robust stage editor also provides significant longevity, allowing players to design their own gauntlets once the main campaign is conquered.
Visualizing the SNES library, Doh It Again stands as a technical high point for the genre, utilizing the console’s palette to create distinct "zones" that feel thematic and immersive. While it competed against heavy hitters in the broader puzzle category, it carved out a niche for those seeking a more action-oriented arcade experience. The control scheme is surprisingly responsive with the D-pad, though the game also supports the SNES Mouse for those desiring a more authentic "spinner" feel. Ultimately, it remains a quintessential title for fans of arcade-style gaming, providing a perfect blend of nostalgic simplicity and 16-bit complexity.
